In the series of papers [1]}, [2]}, [3]}, it has been argued and supported by many examples that, from the effective supergravity point of view, certain non-trivial cobordism groups are related to dynamical tadpoles.
This is the case in the presence of running solutions of the equations of motion that feature end-of-the-world (ETW) branes at finite space-time distance, where in addition some scalar fields go to infinite distance in field space.
This picture was dubbed Local Dynamical Cobordism, since it is based on the interplay between the dynamics of the scalars and the breaking of cobordism symmetries, while it can be given a local description in large classes of models.
It is the purpose of the current work to continue along these ideas and provide one more non-trivial example. We will give evidence that breaking a certain global cobordism symmetry requires the existence of a new object in the effective theory, which can be detected by a novel kind of non-isotropic solution of the dilaton-gravity equations of motion.
